Monkey and banana problem

The monkey and banana problems is a famous toy problem in artificial intelligence, particularly in logic programming and planning.

"Figure 32.—Julius obtaining banana by using pole to climb up on and spring from. Figure 33.—Using pole to swing out on so that banana could be grasped. Figure 34.—Using stick to draw carrot within reach." From The mental life of monkeys and apes; a study of ideational behavior, by Robert Mearns Yerkes, 1916

Formulation of the problem

A monkey is in a room. Suspended from the ceiling is a bunch of bananas, beyond the monkey's reach. However, in the room there are also a chair and a stick. The ceiling is just the right height so that a monkey standing on a chair could knock the bananas down with the stick. The monkey knows how to move around, carry other things around, reach for the bananas, and wave a stick in the air. What is the best sequence of actions for the monkey?

Purpose of the problem

There are many applications of this problem. One is as a toy problem for computer science.

Another possible purpose of the problem is to raise the question: Are monkeys intelligent? Both humans and monkeys have the ability to use mental maps to remember things like where to go to find shelter, or how to avoid danger. They can also remember where to go to gather food and water, as well as how to communicate with each other. Monkeys have the ability not only to remember how to hunt and gather but to learn new things, as is the case with the monkey and the bananas: despite the fact that the monkey may never have been in an identical situation, with the same artifacts at hand, a monkey is capable of concluding that it needs to make a ladder, position it below the bananas, and climb up to reach for them.

The degree to which such abilities should be ascribed to instinct or learning is a matter of debate. According to an article in Psychology Today,[1] the monkey and banana problem was inspired by a somewhat similar experiment with rhesus monkeys.[2] In 1984, a pigeon was observed as having the capacity to solve a problem.[3][4]

gollark: What?
gollark: It can do a lot of cool things via ??? linear algebra ??? quantum logic gates, but it doesn't do something silly like "compute all possibilities at once in parallel universes".
gollark: It isn't even that *in theory*.
gollark: Quantum computing is not actually a magic "speed up all computations" box.
gollark: Using relatively general-purpose hardware is quite useful right now since the details of how to do things aren't that pinned down yet and being able to experiment is valuable.

See also

References

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